

Some questions under current study include the location of stagnation points, stability properties of the waves, periodic and solitary waves, numerical computation of the waves, and the occurrence of overhanging waves.Īnother focus of my research is the instabilities of plasmas for which collisions are rare. Recently I have proven the existence of many continua of large-amplitude water waves. I study exact waves modeled by the Euler equations without assuming shallow water or small-amplitude approximations. Vorticity indicates the presence of eddies in the water. This is a free-boundary problem because the water surface is an unknown. One of my current research projects is the study of water waves with vorticity.

Some of his specific research areas have been scattering theory in electromagnetism and acoustics, stability of waves, relativistic Yang-Mills theory, kinetic theory of plasmas, theory of fluids, and water waves.

They are modeled by hyperbolic, elliptic or dispersive partial differential equations. The main focus of his research has been the analysis of nonlinear waves. Strauss is the author of more than 100 research articles and two books. He was the Editor-in-Chief of the SIAM Journal on Mathematical Analysis during 2000-2007. and the Mittag-Leffler Institute (Sweden). of Maryland, Yunnan U., Courant Institute (NYU), U. He has visited, for a semester or more, each of the following: C.U.N.Y., U.

He is a Fellow of the Society of Industrial and Applied Mathematics, of the American Mathematical Society, and the American Academy of Arts and Sciences. He has received Fulbright and Guggenheim Fellowships and an Institut Henri Poincare Prize. He chaired the Department of Mathematics during the periods 1989-2001. postdoctoral fellowship at the University of Paris and three years at Stanford University, he joined the Department of Mathematics at Brown in 1966 and subsequently the Division of Applied Mathematics.
